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Table 6

Priors used for the analysis of KOI-188, KOI-195, KOI-192, and KOI-830.

Parameter KOI-188 KOI-195 KOI-192 KOI-830

Ephemerides and orbital parameters
Orbital period P [d] (3.79702, 5 × 10-5) (3.21752, 5 × 10-5) (10.29100, 5 × 10-5) (3.52563, 5 × 10-5)
Transit epoch T0 [BJDTDB - 2 454 900]
Orbital inclination i [°]
Orbital eccentricity e 0 0 β(0.867,3.03) 0
Argument of periastron ω [°] 90 90 90

Transit parameters
Radius ratio rp/R
Linear limb-darkening coefficient ua
Quadratic limb-darkening coefficient ub

Radial velocity parameters
Systemic velocity υ0 [km s-1]
Radial-velocity semi-amplitude K [km s-1]

Stellar parameters
Effective temperature Teff  [K]
Iron abundance [Fe/H]  [dex]
Bulk density ρ [ρ] (1.19, 0.22, 0.17) (1.13, 0.26) (0.27, 0.09, (1.46, 0.31)
0.66, 0.33, -0.56)

System parameters
Distance from Earth D [pc]
Interstellar extinction E(BV) [mag]

Instrumental parameters
Kepler season 0 LC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 0 SC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 1 LC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 1 SC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 2 LC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 2 SC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 3 LC:
Jitter [%]
Contamination [%]
Out-of-transit flux
Kepler season 3 SC:
Jitter [%]
Contamination [%]
Out-of-transit flux
HARPS-N 2012:
Jitter [m s-1]
Offset [m s-1]
HARPS-N 2013:
Jitter [m s-1]
Offset [m s-1] 0 0 0 0
SED:
Jitter [mag]

Notes. denotes a Uniform prior between a and b; denotes a Jeffreys distribution between a and b; denotes a Normal distribution with a mean of μ and a width of σ2; denotes an asymmetric Normal distribution with mean μ, upper width , and lower width ; denotes a Normal distribution with a mean of μ, a width of σ2, and limited by a Uniform distribution between a and b; denotes a Bi-Normal distribution with means of μ1 and μ2, widths of and , and ΔA is the amplitude ratio between the two Normal distributions such that ; denotes a Sine distribution between a and b; and finally β(a,b) denotes a Beta distribution with parameters a and b (Kipping 2013).

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